#π How to Calculate the Slope of a Line Between Two Points in a Rotated Coordinate System? (Simple Ma
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@finite shuttle
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The problem is that I am unsure how to process the difference between the coordinate systemβs slope and the slope of the line between the two points on the face. How should I handle the slope between two points on a rotated face as if the rotated coordinate system were a normal coordinate system? If this sentence is unclear:
https://media.discordapp.net/attachments/935674855171424297/1273640427387490329/image.png?ex=66bf5994&is=66be0814&hm=1919c7345714d44910fc371e9f32188582f2bb9883f4b1aa704ee6f79b94524a&=&format=webp&quality=lossless&width=701&height=685
I want to calculate the two points on the face as shown above. Should I subtract, add, or perform some other operation with the slope of the rotated coordinate system and the slope between the two points on the face? My mathematical knowledge is exhausted here.
When you say you want to calculate two points, what do you mean by that?
do you want to calculate its length?
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